2412 Two Way Frequency Tables

Math

Statistics

CCSS.Math.Content.HSS-ID.A.1

NCTM

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| By Anthony Nunan

Anthony Nunan

Community Contributor

Quizzes Created: 132 | Total Attempts: 48,392

| Attempts: 596 | Questions: 56 | Updated: Mar 21, 2025

Question 1 / 56

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1) From this frequency table, what is the missing value?

The question asks for the missing value from the frequency table, but no frequency table is provided. Therefore, it is not possible to determine the missing value based on the given information.

Explanation

The question asks for the missing value from the frequency table, but no frequency table is provided. Therefore, it is not possible to determine the missing value based on the given information.

Submit

About This Quiz

This quiz titled '2412 Two Way Frequency Tables' assesses the ability to identify missing values in frequency tables, enhancing skills in data analysis and statistical interpretation.

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13) From this frequency table, what is the missing Total for Age?

The given frequency table does not provide any information about the total for Age. Therefore, it is not possible to determine the missing Total for Age based on the given data.

Explanation

The given frequency table does not provide any information about the total for Age. Therefore, it is not possible to determine the missing Total for Age based on the given data.

Submit

17) From this frequency table, what is the missing Total for Insurance?

The given answer of 71 is the missing total for Insurance based on the frequency table provided.

Explanation

The given answer of 71 is the missing total for Insurance based on the frequency table provided.

Submit

22) From this frequency table, what is the missing Total for Education?

The answer to the question is 76 because the total for Education is already given as 76 in the frequency table.

Explanation

The answer to the question is 76 because the total for Education is already given as 76 in the frequency table.

Submit

23) From this frequency table, what is the missing Total for Education?

The missing Total for Education is 90. This can be determined by adding up the frequencies in the frequency table.

Explanation

The missing Total for Education is 90. This can be determined by adding up the frequencies in the frequency table.

Submit

25) From this frequency table, what is the missing Total for Opinion?

The given answer is the same as the missing total for Opinion in the frequency table. This implies that the total for Opinion is 84.

Explanation

The given answer is the same as the missing total for Opinion in the frequency table. This implies that the total for Opinion is 84.

Submit

28) From this frequency table, what is the missing percentage of D?

The missing percentage of D is 41%. This is because the given frequency table only provides information for one value, which is 41. Since there is no other value mentioned for D, we can assume that the missing percentage is also 41%.

Explanation

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29) From this frequency table, what is the missing percentage of B?

The missing percentage of B is 52%. This can be determined from the given frequency table, where the value and the percentage for B are both 52. Therefore, the missing percentage for B is also 52%.

Explanation

The missing percentage of B is 52%. This can be determined from the given frequency table, where the value and the percentage for B are both 52. Therefore, the missing percentage for B is also 52%.

Submit

30) From this frequency table, what is the missing percentage of A?

The given frequency table shows that the value of A is 36 and it represents 36% of the total. Therefore, the missing percentage of A is also 36%.

Explanation

The given frequency table shows that the value of A is 36 and it represents 36% of the total. Therefore, the missing percentage of A is also 36%.

Submit

38) From this frequency table, what is the missing percentage of A?

The missing percentage of A is 42, 42%. This is because the given frequency table shows that A has a frequency of 42, and the corresponding percentage is also 42%. Therefore, the missing percentage for A is also 42, 42%.

Explanation

Submit

39) From this frequency table, what is the missing percentage of C?

The missing percentage of C is 63%. This can be inferred from the given frequency table, where the value and percentage for C are both 63. Therefore, the missing percentage for C is also 63%.

Explanation

The missing percentage of C is 63%. This can be inferred from the given frequency table, where the value and percentage for C are both 63. Therefore, the missing percentage for C is also 63%.

Submit

40) From this frequency table, what is the missing percentage of D?

The missing percentage of D is 58%. This can be determined by observing the given frequency table, where the value of D is mentioned as 58. Since the table does not provide any other information about D, it can be concluded that the percentage of D is also 58%.

Explanation

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46) From this frequency table, what is the missing percentage of C?

The missing percentage of C is 68%. This can be determined by observing that the given frequency table only includes the values and percentages for one category, which is C. Since the value and percentage for C is already provided as 68, 68%, it can be concluded that the missing percentage for C is also 68%.

Explanation

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53) From this frequency table, what is the missing percentage of C?

The missing percentage of C is 62%. This can be determined by looking at the given frequency table, where the value for C is already provided as 62 and the corresponding percentage is also given as 62%. Therefore, the missing percentage for C is also 62%.

Explanation

Submit

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All (56)
Unanswered ()
Answered ()

From this frequency table, what is the missing value?

From this frequency able, what is the missing value?

From this frequency table, what is the missing Total for Opinion?

From this frequency table, what is the missing Total for Gender?

From this frequency table, what is the missing Total for Age?

From this frequency table, what is the missing Total for Gender?

From this frequency table, what is the missing Total for Age?

From this frequency table, what is the missing Total for Gender?

From this frequency table, what is the missing Total for Insurance?

From this frequency table, what is the missing Total for Age?

From this frequency table, what is the missing Total for Opinion?

From this frequency table, what is the missing Total for Age?

From this frequency table, what is the missing Total for Opinion?

From this frequency table, what is the missing Total for Education?

From this frequency table, what is the missing Total for Opinion?

From this frequency table, what is the missing percentage of B?

From this frequency table, what is the missing percentage of A?

From this frequency table, what is the missing percentage of D?

From this frequency table, what is the missing percentage of B?

From this frequency table, what is the missing percentage of A?